{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b38cded7-0a4f-436d-977e-6e6650cf5177",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 弹幕泳道管理类\n",
    "import cv2\n",
    "import numpy as np \n",
    "from PIL import Image,ImageDraw,ImageFont\n",
    "import math\n",
    "import random"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "27196cfd-7811-47e2-9939-f3b4f457f172",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 定义类\n",
    "class Danmu_track:\n",
    "    def __init__(self,text_list,w,h,color=(255,0,255,255),size=40,speed=10):\n",
    "        \"\"\"\n",
    "        构造方法\n",
    "        @param text_list list 本泳道文字列表\n",
    "        @param w,h,int 泳道宽高\n",
    "        @param color tuple 泳道文字颜色\n",
    "        @param size int 泳道文字大小\n",
    "        @param speed int 文字速度（像素/帧）\n",
    "        \"\"\"\n",
    "        # 文字列表\n",
    "        self.text_list = text_list\n",
    "        # 画面宽度\n",
    "        self.w = w\n",
    "        # 画面高度\n",
    "        self.h = h\n",
    "        # 颜色\n",
    "        self.color = color\n",
    "        # 字体大小\n",
    "        self.size = size\n",
    "        # 速度\n",
    "        self.speed = speed\n",
    "        # 背景\n",
    "        self.bg =self.create_bg()\n",
    "        # 文字列表转长字符\n",
    "        self.long_text = self.text_list_str()\n",
    "        \n",
    "    def create_bg(self):\n",
    "        \"\"\"\n",
    "        绘制透明背景图\n",
    "        @return Image\n",
    "        \"\"\"\n",
    "        return Image.new('RGBA',(self.w,self.h),(255,0,255,50))\n",
    "\n",
    "    def generate_blanks(self,num):\n",
    "        \"\"\"\n",
    "        生成指定数量的空格字符\n",
    "        \"\"\"\n",
    "        str = ' '\n",
    "        for i in range(num):\n",
    "            str += \" \"\n",
    "        return str\n",
    "\n",
    "    \n",
    "    def text_list_str(self):\n",
    "        \"\"\"\n",
    "        文字列表转为字符\n",
    "        \"\"\"\n",
    "        text_str = \"\"\n",
    "        for text in self.text_list:\n",
    "            text_str += (text + self.generate_blanks(10))\n",
    "\n",
    "        return text_str\n",
    "    def create_frame(self,frame_index):\n",
    "        \"\"\"\n",
    "        绘制第frame_index帧位置的泳道画面\n",
    "        \"\"\"\n",
    "        pass\n",
    "        # 添加背景图\n",
    "        bg = self.bg.copy()\n",
    "\n",
    "        # 添加文字\n",
    "        d = ImageDraw.Draw(bg)\n",
    "        font =  ImageFont.truetype('./fonts/MSYH.ttc',self.size,encoding='utf-8')\n",
    "        offset = 100 - frame_index * self.speed\n",
    "        d.text((offset,10),self.long_text,font=font,fill=self.color)\n",
    "        return bg\n",
    "        "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "325bc7bd-6393-458a-ada2-503a60345077",
   "metadata": {},
   "outputs": [],
   "source": [
    "text_list = ['知行合一','好好学习','天天向上']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "4bac3cc0-3ea8-4b6d-b042-b4f799e1e75f",
   "metadata": {},
   "outputs": [],
   "source": [
    "track = Danmu_track(text_list,400,100,speed=10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "eb3165e1-74e6-477f-9c13-3eb07311591d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'知行合一           好好学习           天天向上           '"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "track.text_list_str()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1e2f1a46-a81d-4681-9e6e-1be72d04104a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGBA size=400x100>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "track.create_frame(10)"
   ]
  },
  {
   "cell_type": "raw",
   "id": "b73c8173-4c2a-4965-8839-06d281a32a94",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "84289349-1905-422d-aafa-c38ab6b38f20",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "86f2bd5f-c038-42ef-9d7c-b2d326b83e71",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 弹幕层管理类"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "51c85ab2-b8cc-44d0-aa3c-5829d486fbd6",
   "metadata": {},
   "outputs": [],
   "source": [
    "class danmu_layer:\n",
    "    \"\"\"\n",
    "    输出第X帧的弹幕画面\n",
    "    \"\"\"\n",
    "    def __init__(self,text_path,frame_w,frame_h):\n",
    "        \"\"\"\n",
    "        构造方法\n",
    "        @param text_path str 弹幕文本路径\n",
    "        @param frame_w,frame_h int 画面宽度和高度\n",
    "        \"\"\"\n",
    "        # 弹幕文本路径\n",
    "        self.text_path = text_path\n",
    "        self.frame_w = frame_w\n",
    "        self.frame_h = frame_h\n",
    "\n",
    "        # 轨道高度\n",
    "        self.track_height = 100\n",
    "        # 轨道数量\n",
    "        self.track_num = int(frame_h / self.track_height)\n",
    "\n",
    "        # 分配文字\n",
    "        self.text_arr = self.distribute_text()\n",
    "        # 创建多个弹幕轨道实例\n",
    "        # 创建弹幕轨道\n",
    "        self.danmu_track_obj_list = []\n",
    "\n",
    "        # 创建颜色库\n",
    "        # 创建速度库\n",
    "        speed_list = [2,4,6,8]\n",
    "        color_list = [(255,255,255,255),(255,0,0,255),(255,0,255,255),(0,255,0,255),(0,255,255,255),(255,255,0,255)]\n",
    "        for track_id in range(self.track_num):\n",
    "            color = random.choice(color_list)\n",
    "            speed = random.choice(speed_list)\n",
    "            danmu_obj = Danmu_track(self.text_arr[track_id],self.frame_w,100,color=color,speed=speed)\n",
    "            self.danmu_track_obj_list.append(danmu_obj)\n",
    "\n",
    "        # 大图\n",
    "        self.bg = self.create_bg()\n",
    "\n",
    "    def create_bg(self):\n",
    "        \"\"\"\n",
    "        创建透明大图\n",
    "        \"\"\"\n",
    "        return Image.new('RGBA',(self.frame_w,self.frame_h),(255,0,255,50))\n",
    "    def text_to_text(self):\n",
    "        \"\"\"\n",
    "        弹幕文本转为list\n",
    "        @return text_list list 文本列表\n",
    "        \"\"\"\n",
    "        text_list = None\n",
    "        with open(self.text_path,'r',encoding='utf-8') as f:\n",
    "            text_list = [f.strip() for f in f.readlines()]\n",
    "        return text_list\n",
    "\n",
    "    def distribute_text(self):\n",
    "        \"\"\"\n",
    "        将弹幕文本转为numpy数组\n",
    "        \"\"\"\n",
    "        text_list = self.text_to_text()\n",
    "        # 文本长度\n",
    "        text_len = len(text_list)\n",
    "        \n",
    "        # 轨道数量\n",
    "        track_num = self.track_num\n",
    "        # 列数（单个轨道最多放几个元素）\n",
    "        track_max_num = math.ceil(text_len / self.track_num)\n",
    "\n",
    "        # 矩阵元素数量\n",
    "        element_num = track_num * track_max_num\n",
    "        # 创建索引矩阵\n",
    "        indexes_arr = np.arange(element_num).reshape(track_max_num,track_num)\n",
    "        # 转置\n",
    "        indexes_arr_trans = indexes_arr.T\n",
    "\n",
    "        # 将文字列表空位补成‘ ’\n",
    "        append_blanks = [\"\" for i in range(element_num - text_len)]\n",
    "        final_text_list = np.concatenate((text_list,append_blanks))\n",
    "        \n",
    "        return final_text_list[indexes_arr_trans]\n",
    "    def generate_frame(self,frame_index):\n",
    "        \"\"\"\n",
    "        绘制第frame_index帧的弹幕层\n",
    "        \"\"\"\n",
    "        bg = self.bg.copy()\n",
    "        # 遍历轨道\n",
    "        for track_id,track_obj in enumerate(self.danmu_track_obj_list):\n",
    "            img = track_obj.create_frame(frame_index)\n",
    "            bg.paste(img,(0,self.track_height * track_id ))\n",
    "        return bg\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "4dd03d3c-b441-45ab-85c9-f19946df7050",
   "metadata": {},
   "outputs": [],
   "source": [
    "text_path = 'danmu_real.txt'\n",
    "layer = danmu_layer(text_path,800,500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "54312de4-ba8e-4901-9931-5be5fd4ce60c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([['你没有如期归来，而这也正是离别的意义。oｂ（￣▽￣）ｄ', '在一堵坚硬的高墙和一只撞向它的蛋之间，我会永远站在蛋这一边。',\n",
       "        '孩子回答说：「我是即将来到的日子。」', '把不忙不闲的工作做的出色，把不咸不淡的生活过得精彩。',\n",
       "        '有些人不会忘，由于不舍得；有些人必需要忘，因为不值得。'],\n",
       "       ['世界让我遍体鳞伤，但伤口长出的却是翅膀。ψ(｀∇´)ψ', '哪个更痛苦，努力还是后悔？',\n",
       "        '这个人也许永远不回来了，也许明天回来。', '世界上只有想不通的人，没有走不通的路。',\n",
       "        '我相信，梦里能到达的地方，总有一天，脚步也能到达。'],\n",
       "       ['我从不做谁的第二选择', '垃圾话的真谛在于我不光说你垃圾，还能在球场上证明你垃圾。',\n",
       "        '那些都是很好很好的，可我偏不喜欢。', '不要后悔，无论怎样都不要后悔，后悔的情绪比你所做错的事更加可怕',\n",
       "        '天使之所以会飞，是因为她们把自己看得很轻……'],\n",
       "       ['该走的弯路，我都替你走过了', '为你，千千万万遍。', '成功只有一个——按照自己的方式，去度过人生。',\n",
       "        '生活岂能百般如意，正因有了遗漏和缺憾，我们才会有所追寻。', '爱情就像攥在手里的沙子，攥的越紧，流失的越快。'],\n",
       "       ['老爹，你最光荣的时候是代表全日本吗？而我，就是现在了。', '一个人只拥有此生此世是不够的，他还应该拥有诗意的世界。',\n",
       "        '在事实面前，我们的想象力越发达，后果就越不堪设想。', '我等待，只为了你的爱。', '']], dtype='<U31')"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "layer.distribute_text()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "07c5cf8c-b32c-4ca9-9e39-8396f1da3d2b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGBA size=800x500>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "layer.generate_frame(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "483bad8b-a678-4069-8342-3a438119b78a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.19"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
